Extra Time: Professor Sir Roger Penrose in conversation with Andrew Hodges (2014) 2/2
Nobel Prize Winner Professor Sir Roger Penrose gives a lear outline of his argument for Conformal Cyclic Cosmology as the correct description of the Big Bang. However, the conversation turns once again to the precursors of these ideas in the 1950s, with new anecdotes about Dirac and the origin of Roger Penrose’s geometrical innovations.
Bringing the discussion up to the present moment, Roger describes the impact of recent observations of primordial magnetic fields and also addresses the significance of his own predictions for the form of ‘dark matter’. And in a closing segment, the discussion turns to the current discoveries in neurology and biophysics relevant to Roger Penrose’s theory of microtubules as advanced in Shadows of the Mind. The discussion ends tantalisingly with renewed speculation on the foundations of quantum mechanics and its relation to general relativity.
Roger concludes: "to me eternity is not such a long time." He had not heard of KZread, clearly.
www.nobelprize.org/prizes/phy...
www.maths.ox.ac.uk/people/rog...
(link to part 1: • Extra Time: Professor ... )
Пікірлер: 6
What an utter and complete gentleman, a genius and a grandpa everyone wished they had.
So dark matter is a geometric imprint on space arising from gravitational waves passing through the condensed matter of the boundary?
Thanks for discussion on Consciousness . What i feel it needs more comprehensive ness in our study and research . We all live in a parallel universe or cosmos in contrast or reference to the Self sustaing self founded and selfdeveloping superunified Being Becoming confuguration of the reality of Truthofour world or cosmos over and above theillusion of the Untruth
Eternity is not such a long time.., true, because it's referred to out of place in Singularity positioning, and the omnidirectional-dimensional logarithmic interference positioning function, e-Pi-i sync-duration cause-effect of pure relative motion Actuality is reiterative reintegration CCC eternal continuity here-now-forever Instant @.dt zero-infinity sync-duration.., not a long time if it's length is the reciprocal connection. (Said enough about that..)